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48 results for Safe Conditions

This paper tackles safe global optimization of noisy functions with a Lipschitz condition.

problem Safe global maximization of expensive, noisy, Lipschitz functions.
method Develops a δ-Lipschitz framework and two algorithms to ensure safety constraints are met.
result The proposed methods ensure safety constraints are met before evaluating noisy functions.

Proposes a method to accelerate safe sequential learning using offline data.

problem Limited exploration due to disconnected safe regions and slow task learning.
method Safe transfer sequential learning using Gaussian processes and offline data.
result Enhances global exploration across multiple disjoint safe regions with lower data consumption.

This paper introduces dynamic safe interruptibility for multi-agent reinforcement learning.

problem Preventing dangerous situations in decentralized multi-agent reinforcement learning.
method Introduces dynamic safe interruptibility, studies it in two learning frameworks, and gives sufficient conditions for its implementation.
result Dynamic safe interruptibility can be enabled for joint action learners but not for independent learners.

SAMBA improves safe reinforcement learning with active exploration metrics.

problem Safe reinforcement learning in dynamic systems.
method Combines probabilistic modelling, information theory, and statistics. Uses novel metrics for out-of-sample Gaussian process evaluation.
result Orders of magnitude reduction in samples and violations compared to state-of-the-art methods.

Optimal and safe semi-supervised learning estimator for high-dimensional data.

problem Improving regression parameter estimation with unlabeled data in high-dimensional settings.
method Established minimax lower bound, proposed optimal and safe semi-supervised estimators.
result Optimal semi-supervised estimator achieves the minimax lower bound.

A novel approach for safe offline RL using latent safety constraints.

problem Balancing safety constraints and reward maximization in offline RL.
method Conditional Variational Autoencoders for latent safety modeling, Constrained Reward-Return Maximization.
result Our approach maintains safety compliance while optimizing rewards, outperforming existing methods.

Safe exploration method for RL under disturbance ensures safety with probabilistic guarantees.

problem Safe reinforcement learning in real environments with disturbance.
method Uses partial prior knowledge and conservative inputs to ensure state constraint satisfaction.
result Guaranteed safety with pre-specified probability in the presence of stochastic disturbance.

The paper tackles safe reinforcement learning with convex regularization.

problem Safe reinforcement learning in complex, high-dimensional settings with safety constraints.
method Doubly-regularized RL framework combining reward and parameter regularization, formulated as a convex regularized objective with parametrized policies on an infinite-dimensional statistical manifold.
result Exponential convergence guarantees under sufficient regularization, robust theoretical insights and guarantees for safe RL.

Safe RL for autonomous vehicles using PCPO with trust regions and parallel learners.

problem Unexplainable behaviours and lack of safety guarantees in RL for real vehicles.
method PCPO framework with trust regions and parallel learners.
result Safe learning confirmed for autonomous vehicles with fast convergence.

New approach to reinforcement learning that balances safety and performance against adversaries.

problem Balancing safety and performance in reinforcement learning against potential adversaries.
method Developed a new reinforcement learning framework that integrates interruptibility, resilience, and safe exploration.
result Achieved both interruptibility and resilience to adversaries without sacrificing optimal policy probability.

CoCoRL learns safe constraints from demonstrations with unknown rewards.

problem Learning safe constraints from demonstrations with different unknown rewards.
method Convex Constraint Learning for Reinforcement Learning (CoCoRL) constructs a convex safe set based on demonstrations.
result CoCoRL learns constraints that lead to safe driving behavior and can safely transfer to different tasks and environments.

We consider rules for discarding predictors in lasso regression and related problems, for computational efficiency. El Ghaoui et al (2010) propose "SAFE" rules that guarantee that a coefficient will be zero in the solution, based on the inner products of each predictor with the outcome. In this paper we propose strong …

2010-11-09abs ↗pdf ↗

Improves policies with high certainty, even in small samples.

problem Ensuring new policies are better than the baseline with high probability.
method Leverages powerful safety tests and multiple testing for threshold policies.
result Controls the rate of adopting a worse policy to pre-specified error level.

High dimensional regression benefits from sparsity promoting regularizations. Screening rules leverage the known sparsity of the solution by ignoring some variables in the optimization, hence speeding up solvers. When the procedure is proven not to discard features wrongly the rules are said to be \emph{safe}. In this …

2015-06-11abs ↗pdf ↗

Paper derives uniform error bounds for Gaussian process regression for safer control applications.

problem Quantifying model error in Gaussian process regression for safety-critical applications.
method Employing Gaussian process distribution and continuity arguments, derive uniform error bounds under weaker assumptions.
result Derives novel uniform error bounds for Gaussian process regression under weaker assumptions.

Revel tackles safe exploration in RL with verified symbolic policies.

problem Computational infeasibility of verifying neural networks in RL learning loops.
method Two policy classes: neurosymbolic with approximate gradients and symbolic policies for efficient verification. Mirror descent over policies to safely update and project policies.
result Revel discovers policies that outperform prior approaches to verified exploration.

The study reveals gold's effectiveness as a hedge and safe haven varies with uncertainty levels.

problem Gold's role as a hedge and safe haven is not constant and depends on uncertainty levels.
method Quantile-on-quantile regression and dynamic factor model to analyze gold returns and uncertainty.
result Gold returns positively and strongly with high uncertainty, suggesting it can be a protective asset.

Safe reinforcement learning for autonomous vehicles using prediction constraints.

problem Safe reinforcement learning for safety-critical applications like autonomous vehicles.
method Use prediction to constrain exploration in reinforcement learning models.
result Successfully learned intersection handling behaviors on an autonomous vehicle.

StageOpt efficiently optimizes safe decisions by separating safety and utility stages.

problem Optimizing unknown utility with safety constraints in sequential decisions.
method Develops StageOpt, a two-stage safe Bayesian optimization algorithm.
result StageOpt is more efficient and applicable to broader problems than existing methods.

Safe screening rules improve variable selection speed in high-dimensional regression.

problem Efficiently selecting important variables in high-dimensional regression problems.
method Developing Gap Safe screening rules for generalized linear models with sparsity enforcing penalties.
result Significant speed-ups in variable selection compared to previous methods on various learning tasks.

SRF learns sparse rule models by screening out features efficiently.

problem Learning optimal sparse rule models is computationally intractable due to the large number of possible rules.
method SRF uses meta safe screening (mSS) to efficiently screen out multiple features, improving the learning of sparse rule models.
result SRF provides a general framework for fitting sparse rule models and can handle group regularization.

Safe autonomous decisions made with machine learning predictions using Conformal Decision Theory.

problem Safe decisions from imperfect machine learning predictions.
method Conformal Decision Theory framework for producing safe decisions.
result Safe decisions with provable statistical guarantees of low risk.

Crypto-assets perform better than gold as safe-havens during market crashes.

problem Evaluating safe-haven properties of crypto-assets and gold during the 2020 market crash.
method Comparative analysis of Crypto-assets (Tether, Cardano, Dogecoin, Bitcoin, Ethereum, Litecoin, Ripple) and gold for European indices.
result Tether, Cardano, and Dogecoin exhibited hedging properties similar to gold, while gold was not more efficient as a safe-haven.